Computation of -adic heights and log convergence.

Mazur, Barry; Stein, William; Tate, John

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We show that the coefficients of the characteristic power series of Atkin’s U operator acting on overconvergent $p$ -adic modular forms of weight $k$ vary $p$ -adically continuously as functions of $k$ . Are they in fact Iwasawa functions of $k$ ?

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Displaying similar documents to “Computation of p -adic heights and log convergence.”

Displaying similar documents to “Computation of $p$ -adic heights and log convergence.”